1 / 10

Impact of Acrylic Vessel Thickness

Impact of Acrylic Vessel Thickness. Liang Zhan. AV variation. Baseline: AD of G4dyb release2_4. ESR radius of 2.3m, 5cm away from outer AV endcaps. No ribs and calibration pipes. Vary inner AV thickness and the change is compensated by LS thickness variation.

neil
Download Presentation

Impact of Acrylic Vessel Thickness

An Image/Link below is provided (as is) to download presentation Download Policy: Content on the Website is provided to you AS IS for your information and personal use and may not be sold / licensed / shared on other websites without getting consent from its author. Content is provided to you AS IS for your information and personal use only. Download presentation by click this link. While downloading, if for some reason you are not able to download a presentation, the publisher may have deleted the file from their server. During download, if you can't get a presentation, the file might be deleted by the publisher.

E N D

Presentation Transcript


  1. Impact of Acrylic Vessel Thickness Liang Zhan Liang Zhan

  2. AV variation • Baseline: AD of G4dyb release2_4. • ESR radius of 2.3m, 5cm away from outer AV endcaps. • No ribs and calibration pipes. • Vary inner AV thickness and the change is compensated by LS thickness variation. 10mm, 15mm, 20mm, 25mm, 30mm. Liang Zhan

  3. Simulation method • Three impacts • Neutron detection efficiency • Positron detection efficiency • Spectrum variation • Three types of event are simulated • Neutron event (InverseBeta generator) • No optical photon • Generated inside of gamma catcher. • Gamma event • To find the 1MeV energy cut. • Generated in GdLS target • Neutrino event (InverseBeta generator) • With optical photon simulation. • Positron + neutron, generated inside of gamma catcher Liang Zhan

  4. Neutron events • A million events for each AV thickness. • Without optical photon, 6MeV E deposit cut is applied. • Efficiency = (E deposit > 6MeV )/Gd capture events Liang Zhan

  5. Neutron efficiency • Typical efficiency uncertainty at 10mm thickness • Suppose energy scale variation: 6MeV+/-0.6MeV Then efficiency variation: 90.9+/-0.25% • Stat. error ~ 0.05%. Liang Zhan

  6. Gamma event • To find the 1MeV energy cut in the positron PE spectrum. • 1MeV  113PE for 10mm AV thickness Thickness = 10mm Liang Zhan

  7. Positron efficiency • Efficiency = (PE > PE cut) / neutron signal passing 6MeV cut. • 50000 neutrino events are simulated, not adequate. Liang Zhan

  8. A possible solution to increase the stat. quality is • Suppose the efficiency of >2MeV positron is 1.0. • Then simulate the <2MeV positron and calculate the Inefficiency. • Calculate the Ratio of <2MeV positron in generated positrons by InverseBeta generator. • The inefficiency should be Inefficiency(<2MeV)/Ratio Liang Zhan

  9. Neutron efficiency by PE cut • Efficiency = (PE > 6MeV PE cut) / Gd capture events • 50000 events, about 22000 are captured by Gd. Liang Zhan

  10. Conclusion • Neutron efficiency decreases about 2% if 10mm changes to 25mm by with/without optical photon simulation. • A million neutron events show uncertainty of neutron efficiency changes from 2.5% to 3.2% (10mm25mm) • The discrepancy of neutron efficiency between with and without optical photon simulation is due to the energy calibration. • The stat. error of positron efficiency is too big compared to the uncertainty. Liang Zhan

More Related